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C:\Users\SYLVIA~1.PER\AppData\Local\Temp\Engine_78496_487799ec65684fd0ad37c59143d0e011_\Engine_68368_726575f680f74957bef6e91c7dd330b2_.yxdb
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Esta semana, vamos analisar as contas bancárias de 4 clientes, cada um deles com duas linhas de dados. A primeira linha de cada cliente representa o número de créditos/débitos realizados na conta, já a segunda linha representa o valor que foi creditado/debitado na ordem em que as transações foram realizadas. Sua tarefa é encontrar em quais transações (primeira, segunda, terceira, etc.) a soma dos débitos e créditos, ANTES da transação, é igual à soma dos débitos e créditos APÓS ela ter sido realizada. Conte as transações a partir de 0 para corresponder à resposta.
Abaixo está uma imagem que ilustra a lógica de como as transações devem ser analisadas. A imagem representa a segunda linha da conta (valor de crédito/débito, na ordem que foram realizadas).
Entrada
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
Desafio Semanal #46
C:\Users\SYLVIA~1.PER\AppData\Local\Temp\Engine_78496_487799ec65684fd0ad37c59143d0e011_\Engine_68368_a0731e6846d04f888d5a344963323a67_.yxdb
Single
Profile
8
0 -3 5 -4 -2 3 1 0
11
3 -2 2 0 3 4 -6 3 5 -4 8
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